Please help me to solve the problem part A with showing the work.

[Part A: Module II - Hypothesis Testing and Statistical Inference] [Metacritic and Godzilla vs. Kong] Metacritic is a website that aggregates reviews of music, games, and movies. For each product, a numerical score is obtained from each review and the website posts the average score as well as individual reviews. The website is somewhat similar to Rotten Tomatoes, but Metacritic uses a different method of scoring that converts each review into score in 100-point scale. In addition to using the reviewer's quantitative ratings, Metacritic manually assesses the tone of the review before scoring. Historical data shows that these converted scores are normally distributed. One of the movies that the Metacritic rated was Godzilla vs. Kong. The first review came out on March 24, 2021 (Jamie Graham from Total Film) and other reviews started to trickle in before the movie was released on March 31, 2021. The data in the "Godzilla vs. Kong" sheet of "Part A - Data Sets for Assessment Assignment.xlsx" contains a sample of the media outlets, reviewers, scores and review dates for all reviews that Metacritic collected until the release date. Use this data set to answer questions 1 to 5. 1. [2 pt] What are the sample mean and sample standard deviation of the scores in this sample? Sample mean: Sample standard deviation: 2. [2 pt] A 95% confidence interval for the true average score () of Godzilla vs. Kong is: